学术报告

题      目：Some recent work on biharmonic conformal maps

报  告  人：欧业林   教授  (邀请人：魏国新 )

                                    美国德州农工大学康迈斯分校

时      间：6月9日  10：00-11：00

地     点：数科院东楼401

报告人简介:

       美国德州农工大学康迈斯分校数学系教授，研究领域是微分几何，发表50余篇科研论文和出版1部专著，论文已被引用1200余次。

摘      要：

       Biharmonic maps are generalizations of harmonic maps and biharmonic functions. They are solutions of a system of 4th order PDEs. We will  first review some related topics studied in the past two decades, and then focus on some recent work biharmonic conformal maps including biharmonic conformal immersions, biharmonic conformal submersions, biharmonic conformal diffeomorphisms, and some classifications of k-polyharmonic conformal maps between space forms.